حذف بار فرکانسی
یکی از اختلالاتی که هر شبکه قدرت با آن رو به رو است، تغییر بار میباشد. تغییر بار شبکه شامل تغییر بار اکتیو یا راکتیو سیستم است. برای مثال در شرایط خروج خط انتقال، اضافه بار ناگهانی در سیستم خود را به صورت اضافه بار عبوری از خطوط انتقال نشان خواهد داد.
سرویس آموزش و آزمون برق نیوز: یکی از اختلالاتی که هر شبکه قدرت با آن رو به رو است، تغییر بار میباشد. تغییر بار شبکه شامل تغییر بار اکتیو یا راکتیو سیستم است. برای مثال در شرایط خروج خط انتقال، اضافه بار ناگهانی در سیستم خود را به صورت اضافه بار عبوری از خطوط انتقال نشان خواهد داد.
خروج خطوط انتقال با قابلیت حمل توان زیاد در سیستم قدرت باعث میشود توان عبوری میان خطوط دیگر تقسیم گردد و این خطوط را دچار اضافه بار نموده و در نتیجه باعث قطع این خطوط به صورت زنجیرهای و در نهایت افت شدید فرکانس شود. همچنین پایداری ولتاژ شبکه را دچار ضعف نموده و به سمت فروپاشی ولتاژ و در نهایت موجب از دست رفتن کل سیستم قدرت میگردد. این حوادث در هنگام خروج خطوط انتقال اصلی به حدی سریع است که نمیتوان با روشهای کنترلی به سادگی آن را مهار نمود و در نتیجه بهره بردار سیستم قدرت به عنوان آخرین راهکار کنترلی اقدام به حذف قسمتی از بار شبکه خواهد نمود. بار حذف شونده از سیستم قدرت باید به گونهای میان شینههای بار شبکه تقسیم گردد که اهداف زیر را در سیستم اغنا نماید:
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)
۱) در صورت افت فرکانس از محدوده مجاز بهره برداری، طرح حذف بار باید بتواند فرکانس سیستم را تا حدود مجاز اصلاح نماید.
۲) پس از اجرای حذف بار شاخصهای پایداری ولتاژ سیستم بهبود یافته و پایداری ولتاژ سیستم در شرایط فعلی ماکزیمم گردد.
۳) طرح حذف بار باید بارها را به گونهای از سیستم قدرت حذف نماید تا کمترین هزینه قطع بار به بهره بردار تحمیل گردد.
۴) طرح حذف بار باید قادر باشد تمامی اضافه بار خطوط شبکه را از بین برده و آنها را از لحاظ عملکردی در محدوده پایداری حرارتی و پایداری توان- زاویه قرار دهد.
۵) طرح حذف بار بایستی ولتاژ تمامی شینههای شبکه را در محدوده مجاز عملکردی حفظ نماید.
جهت بسیاری از طرحهای حذف بار در فرکانس پایین، عمدتا رلهها را برای تشخیص دادن تغییرات فرکانس تنظیم مینمایند. به محض این که فرکانس از یک مقدار معین کمتر شود، مقدار مشخصی از بار کاسته خواهد شد. اگر کاهش فرکانس ادامه یابد، بار دیگر به مقدار معینی بار از شبکه کاسته میشود. مقدار بار و همچنین مکان بار حذف شونده از قبل پیش بینی شده است.
۱) در صورت افت فرکانس از محدوده مجاز بهره برداری، طرح حذف بار باید بتواند فرکانس سیستم را تا حدود مجاز اصلاح نماید.
۲) پس از اجرای حذف بار شاخصهای پایداری ولتاژ سیستم بهبود یافته و پایداری ولتاژ سیستم در شرایط فعلی ماکزیمم گردد.
۳) طرح حذف بار باید بارها را به گونهای از سیستم قدرت حذف نماید تا کمترین هزینه قطع بار به بهره بردار تحمیل گردد.
۴) طرح حذف بار باید قادر باشد تمامی اضافه بار خطوط شبکه را از بین برده و آنها را از لحاظ عملکردی در محدوده پایداری حرارتی و پایداری توان- زاویه قرار دهد.
۵) طرح حذف بار بایستی ولتاژ تمامی شینههای شبکه را در محدوده مجاز عملکردی حفظ نماید.
جهت بسیاری از طرحهای حذف بار در فرکانس پایین، عمدتا رلهها را برای تشخیص دادن تغییرات فرکانس تنظیم مینمایند. به محض این که فرکانس از یک مقدار معین کمتر شود، مقدار مشخصی از بار کاسته خواهد شد. اگر کاهش فرکانس ادامه یابد، بار دیگر به مقدار معینی بار از شبکه کاسته میشود. مقدار بار و همچنین مکان بار حذف شونده از قبل پیش بینی شده است.
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